18 19 20

QUESTION 181.      

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Solve this linear programming problem.  What is the optimal value of the objective function?

 

Maximize $3x + $5y

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subject to:

8x + 14y <= 94

9x + 12y <= 90

Answer

 

[removed] 

[removed] 

[removed] 

0 but Less than or equal to 60

[removed] 

[removed]

Less than or equal to 30

Greater than 30 but Less than or equal to 40

Greater than 40 but Less than or equal to 50

Greater than 5

Greater than 60

5 points   

QUESTION 191.        

1.       Solve this linear programming problem.  What is the shadow price (dual value) for the first constraint?

 Maximize $3x + $5y

subject to:8x + 14y <= 949x + 12y <= 90Answer

[removed] 

[removed] 

[removed] 

[removed] 

[removed] Greater than 5

Less than or equal to 0.5

Greater than 0.5 but Less than or equal to 1

Greater than 1 but Less than or equal to 2 

Greater than 2 but Less than or equal to 5

QUESTION 201.        

ABC Logistics Inc. has four warehouses (A, B, C, and D) that require monthly shipments of 300, 350, 500, and 550 units per month, respectively. Its three plants (1, 2, and 3) have monthly capacities of 600, 450, and 650, respectively.

Plant

capacities, warehouse needs and shipping costs (in $) are shown in the following table. For example, the shipping cost from Plant 1 to

Warehouse

A is $15 per unit.

 

 WarehousePlantABCD11591216218151920314181911

What is the optimal shipping cost?

Answer

[removed] 

[removed] 

[removed] 

[removed] 

[removed] 

Less than or equal to $10,000 

Greater than $10,000 but Less than or equal to $15,000

Greater than $15,000 but Less than or equal to $20,000 

Greater than $20,000 but Less than or equal to $25,000

Greater than $25,000

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